안장형 H.P쉘의 휨이론에 의한 응력해석 ( Stress Analysis of the Saddle-Shaped Hyperbolic Paraboloid Shells by Bending Theory )

Hyperbolic Paraboloid Shells are commonly analyzed and designed according to membrane theory, which for shallow shells, uniform loads, and appropriate support conditions, predicts a state of uniform shear in shell, and a state of linearly varying axial recognized that actural loading and construction details of such shells as built ar far from ideal, and therefore incompatible with the membrane state of stress, thus considering to bending and twisting of shells and edge members. In this paper, basic equations are deduced by application of Vlasov theory and applied to simple supported saddle-shaped H.P shell under uniformly distributed loads.